clark left for school at 7:43 am He got to school 36 minutes later. At what time did Clark get to school

Answers

Answer 1

Answer: Clark got to school at 8:19 am.
36 minutes can be split up into 6 minutes and 30 minutes. Six minutes after 7:43 am is 7:49 am. Thirty minutes after 7:49 am is 8:19 am.

Answer 2

Answer: Clark got to school at 8:19 am. ------------------ 36 minutes can be split up into 6 minutes and 30 minutes. Six minutes after 7:43 am is 7:49 am. Thirty minutes after 7:49 am is 8:19 am.

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Three workers arrive at work 15 minutes late, at a cost of $11/hour how will it cost company?

Answers

$1h=60min\n\n\begin{array}{ccc}60min&-&\$11\n\n15min&-&\$x\end{array}\n\n\ncross\ multiply:\n\n60x=11\cdot15\ \ \ /:60\n\nx=(11\cdot15)/(60)\n\nx=(11)/(4)\n\nx=2.75\ (\$)\leftarrow Answer$

$other\ method:\n\n\$11\ -\ 60min\ \ \ \ /:4\n\n\$11:4\ -\ 60min:4\n\n\$2.75\ -\ 15min$

$Answer:a\ cost\ (\$2.75)/(15min)$

Find the measure of the angle? BD bisects

Answers

3 x + 25 = 3.5 x
3.5 x - 3 x = 25
0.5 x = 25
x = 25 : 0.5
x = 50°
m ∠ DBC = 3.5 · 50°
Answer:
m ∠ DBC = 175°

If x = 30 degree, then which expression is equivalent to 1/2?a. -sin x
b. sin x
c. -cot x
d. cot x

Answers

$sin30^o=(1)/(2)\n\nAnswer:b.\ sinx$

Gym A charges a registration fee of $74 plus $33 per month for members. Gym B charges a registration fee of $164 plus $18 per month for members. After how many months would the total cost at Gym A and Gym B be the same for members?

Answers

Answer:

The total charge at Gym A and Gym B would be the same at 6 months

Step-by-step explanation:

The model for the charges of both Gyms is made of the registration fee plus a variable quantity per month.

Let's call m the number of months for members.

Gym A charges $74 plus $33 per month, thus:

$C_a=74+33m$

Gym B charges $164 plus $18 per month, thus:

$C_b=164+18m$

We want to find out the number of months needed for both charges to be the same, thus:

$74+33m=164+18m$

Subtracting 74 and 18m:

$33m-18m=164-74$

Simplifying:

$15m=90$

Dividing by 15:

$m=90/15=6$

m=6

The total charge at Gym A and Gym B would be the same at 6 months

How many solutions are there to the equation below?

12x+6=5x

Answers

Answer: There is one solution to the given equation.

Step-by-step explanation: We are given to find the number of solutions to the following equation :

$12x+6=5x~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~(i)$

Since the given equation is linear in one variable x, so it will have only one solution.

The solution of equation (i) is given by

$12x+6=5x\n\n\Rightarrow 12x-5x=-6\n\n\Rightarrow 7x=-6\n\n\Rightarrow x=-(6)/(7).$

Thus, there is one solution to the given equation.

Justin and his friend dan went to the movies. if they each bought popcorn for $4.25 and a soda for $2.25, what was their total bill after adding 5% sales tax?

Answers

Answer:

the answer is 32.50

Step-by-step explanation:

I added the two totals and then multiplyed them by 5

Answer:

6.55

Step-by-step explanation:

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